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Bunuel
A shade of paint is made by evenly mixing m gallons of white paint, costing $12 a gallon, with n gallons of blue paint, costing $30. What is the cost, in dollars per gallon, of the resulting mixture?


A. \(12m +30n\)

B. \(42(12m +30n)\)

C. \(\frac{(12m +30n)}{42}\)

D. \(\frac{(12m +30n)}{(M+ N)}\)

E. \(\frac{42(M+ N)}{(12m +30n)}\)

We need to know two things: Total cost, and the total amount of paint in gallons. With these, we can calculate the average cost.

The white paint costs 12 * m in total, all the blue paint costs 30 * n in total. So total cost = 12 * m + 30 * n.
Total amount of paint in gallons = m + n.

Therefore the average cost is (12m + 30n) / (m + n).

Ans: D

)

TestPrepUnlimited wait a second, if you buy 2 litres of white and 2 litres of blue paint. So (12 *2) +(30*2) = 84 so the cost is 84 EUR for mixture.

If someone asked you what is the cost you payed for it ? wouldnt you answer 84 EUR ? :? :lol: The question doesnt ask about average cost , it just askes the about the cost.

If my reasoning is not correct then in what case would Option A be correct ? :grin:
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The question asks for the cost in dollars per gallon. Answer A is the total cost of the m+n gallon mixture.

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The question asks for the cost in dollars per gallon. Answer A is the total cost of the m+n gallon mixture.

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thank you for quick and clear response :)
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A shade of paint is made by mixing m gallons of white paint, costing $12 a gallon, with n gallons of blue paint, costing $30 a gallon. What is the cost, in dollars per gallon, of the resulting mixture?

Total cost of mixture = m+n
Total cost of mixture = 12m+30n

Cost/gallon = Total cost of mixture/Total cost of mixture = [12m+30n]/[m+n]

Hence D
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